Interesting topic, and in fact also having a bearing on fluid mechanisms around a (high-speed) hull.
This kind of damage could well be explained by the pressure-wave propagation speed and the resulting "waterhammer" pressure. The grey matter inside the skull is a combination of fat (ie a semi-liquid substance) and blood (ie a fluid containing both solid and gaseous phases). It is not completely filling the bowl, but is surrounded by additional fluid.
First the basic physics: a momentary deflection/displacement of a fluid wall or part of the envelope, is propagating through the fluid at the speed of sound (the "critical propagation velocity, CPV") in the specific fluid. This velocity varies roughly between ~830 m/s and ~1900 m/s for common fluids (water at room temperature: ~1200 m/s) in a stiff pipe. If the containing walls are elastic (which they always are....), the critical velocity is reduced. In PVC, for instance you find the corresponding velocities reduced to between 230 and 380 m/s.
Now imagine that the fluid with CPV=300 m/s and density=900 kg/m3 is moving with a transport velocity A=45 m/s. If the transport velocity is suddenly stopped, you will get a pressure "spike" with a top pressure of:
P=900 x 45 x 300 =12,15 e6 Pascale, corresponding to about 122 bars;
This means that the fluid is extremely hard when there is a change in velocity; if the scull was moving towards the boomerang with 45 m/s (instead of vice versa), the pressure wave inside the bowl would "resist" deformation from the blow except close to the impact zone. The pressure-wave phenomenon makes for a very clean cut; it's like having a support with a narrow channel beneath the bone bowl. So, if the weapon is a hard wood boomerang, I'd say it is physically possible that it may result in a nice, clean cut, provided the impact velocity is high enough.
I'd guess this is also the mechanism making decapitating of bottles possible (not that I have been excelling in these stunts....), and it is the reason why slamming pressures in a planing hull can be reduced by hull shapes that generate "air foaming" along the bottom. It simply reduces the critical propagation velocity in the equation above.
Edit: I later read the report on bullets hitting a femur, and the discussion, where the authors speculated about "cavitation damage". That is sheer nonsense, they do not understand the dynamic procedures of cavitation or the "water-hammer" phenomenon.
This kind of damage could well be explained by the pressure-wave propagation speed and the resulting "waterhammer" pressure. The grey matter inside the skull is a combination of fat (ie a semi-liquid substance) and blood (ie a fluid containing both solid and gaseous phases). It is not completely filling the bowl, but is surrounded by additional fluid.
First the basic physics: a momentary deflection/displacement of a fluid wall or part of the envelope, is propagating through the fluid at the speed of sound (the "critical propagation velocity, CPV") in the specific fluid. This velocity varies roughly between ~830 m/s and ~1900 m/s for common fluids (water at room temperature: ~1200 m/s) in a stiff pipe. If the containing walls are elastic (which they always are....), the critical velocity is reduced. In PVC, for instance you find the corresponding velocities reduced to between 230 and 380 m/s.
Now imagine that the fluid with CPV=300 m/s and density=900 kg/m3 is moving with a transport velocity A=45 m/s. If the transport velocity is suddenly stopped, you will get a pressure "spike" with a top pressure of:
P=900 x 45 x 300 =12,15 e6 Pascale, corresponding to about 122 bars;
This means that the fluid is extremely hard when there is a change in velocity; if the scull was moving towards the boomerang with 45 m/s (instead of vice versa), the pressure wave inside the bowl would "resist" deformation from the blow except close to the impact zone. The pressure-wave phenomenon makes for a very clean cut; it's like having a support with a narrow channel beneath the bone bowl. So, if the weapon is a hard wood boomerang, I'd say it is physically possible that it may result in a nice, clean cut, provided the impact velocity is high enough.
I'd guess this is also the mechanism making decapitating of bottles possible (not that I have been excelling in these stunts....), and it is the reason why slamming pressures in a planing hull can be reduced by hull shapes that generate "air foaming" along the bottom. It simply reduces the critical propagation velocity in the equation above.
Edit: I later read the report on bullets hitting a femur, and the discussion, where the authors speculated about "cavitation damage". That is sheer nonsense, they do not understand the dynamic procedures of cavitation or the "water-hammer" phenomenon.